BibSLEIGH corpus
BibSLEIGH tags
BibSLEIGH bundles
BibSLEIGH people
Open Knowledge
XHTML 1.0 W3C Rec
CSS 2.1 W3C CanRec
email twitter
Travelled to:
1 × Australia
1 × Canada
1 × China
1 × France
5 × USA
Collaborated with:
M.Ishteva L.Song D.Kuang J.Choo J.Ye R.Janardan Q.Li L.Li G.Lebanon W.Lim M.Kim K.Jung B.L.Drake J.Kang C.H.Q.Ding T.Li W.Peng H.Kim J.Kim C.K.Reddy A.P.Parikh E.P.Xing H.Xiong V.Kumar
Talks about:
discrimin (3) nonneg (3) matrix (3) factor (3) decomposit (2) structur (2) hierarch (2) nyström (2) cluster (2) analysi (2)

Person: Haesun Park

DBLP DBLP: Park:Haesun

Contributed to:

ICML 20152015
KDD 20152015
ICML c3 20132013
KDD 20132013
KDD 20122012
ICPR 20082008
KDD 20062006
ICML 20042004
KDD 20042004

Wrote 10 papers:

ICML-2015-LimKPJ #performance #scalability #set
Double Nyström Method: An Efficient and Accurate Nyström Scheme for Large-Scale Data Sets (WL, MK, HP, KJ), pp. 1367–1375.
KDD-2015-KimCKRP #matrix #topic
Simultaneous Discovery of Common and Discriminative Topics via Joint Nonnegative Matrix Factorization (HK, JC, JK, CKR, HP), pp. 567–576.
ICML-c3-2013-IshtevaPS #order #using
Unfolding Latent Tree Structures using 4th Order Tensors (MI, HP, LS), pp. 316–324.
ICML-c3-2013-SongIPXP #composition #modelling #visual notation
Hierarchical Tensor Decomposition of Latent Tree Graphical Models (LS, MI, APP, EPX, HP), pp. 334–342.
KDD-2013-KuangP #clustering #documentation #matrix #performance
Fast rank-2 nonnegative matrix factorization for hierarchical document clustering (DK, HP), pp. 739–747.
KDD-2012-LiLP #coordination #performance #using
Fast bregman divergence NMF using taylor expansion and coordinate descent (LL, GL, HP), pp. 307–315.
ICPR-2008-ParkCDK #analysis #clustering #linear
Linear discriminant analysis for data with subcluster structure (HP, JC, BLD, JK), pp. 1–4.
KDD-2006-DingLPP #clustering #matrix #orthogonal
Orthogonal nonnegative matrix t-factorizations for clustering (CHQD, TL, WP, HP), pp. 126–135.
ICML-2004-YeJLP #analysis #feature model #linear
Feature extraction via generalized uncorrelated linear discriminant analysis (JY, RJ, QL, HP).
KDD-2004-YePLJXK #algorithm #composition #incremental #named #reduction
IDR/QR: an incremental dimension reduction algorithm via QR decomposition (JY, QL, HX, HP, RJ, VK), pp. 364–373.

Bibliography of Software Language Engineering in Generated Hypertext (BibSLEIGH) is created and maintained by Dr. Vadim Zaytsev.
Hosted as a part of SLEBOK on GitHub.